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Q: 6. 9 ft 20 ft 8 ft

A: Volume of Rectangular Prism: V = lwh Surface Area of Rectangular Prism: S = 2(lw + lh + wh)  Here we…

Q: 00 e 3z (ez + e5z)2

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Q: GH = 11 in F 64 G H

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Q: х 3 1. %3D

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Q: Solve for 19 a) =20 = a" (I+ JEi ) b) z²+ zi +1 = b) zt Zi t1 =0

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Q: y = y – e* ?

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Q: A X C D 7 F -. X= Find the value of x. S AABC ADEF A

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Q: Let a = - 4i – 33+ 3k and b = 4i – 33+ 2k. Find a – 36.

A: given   a→=-4i→-3j→+3k→    and  b→=4i→-3j→+2k→ we have to find a→-3b→

Q: (2xº) = 1 O True O False

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Q: L² + express L and K as expressions of Y |3| L2 = 2K %3D

A: see below the calculation and steps

Q: evaluate (1 – 2i) – (-3+ 4i) O V13e-0.983i O 2V13e -0.983i A O 2 13e0.983i O 13/2e0.983i

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Q: Solve for x. х-2 х+7 2х- 1 O A. А. -5 ОВ. 5 O C. С. -2 6 D. 8

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Q: Let ag = 2k + 1. %3D 30 Find ak k=1

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Q: The variable df is defined to be the smaller of n, - 1 and n2 - 1. Find df if n, = 117 and n2 = 118.…

A: It is given that the value of n1 is 117 and n2 is 118.

Q: Let à = 2i +4j - k. Find a.

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Q: Find FG. F 440 10 G

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Q: 8.314 X 10 ( 60 + 3.98 X10 T-978 X10 298

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Q: Write out E (4k + 2). k=1

A: We have to write output for the given summation: ∑k=144k+2 Here summation means sum of all terms for…

Q: Bob wants to have his birthday party at the local bowling alley. There is a $50 fee to rent it out,…

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Q: 生 二三 2 1

A: The given series is sumnation of 1/(n2-1) , n from 4 to infinity.

Q: 13 G K 9 30 Find the value for z.

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Q: SOLVE, COMPARE A AND B eln (z) A = B = Z3 z3 - 1 z-1 Z3

A: 📍 Approach to solving the question: To solve and compare the integrals A and B, you should follow a…

Q: What is the value of sec¹(2)? A B C D 5 T 되어 3 -- 3 3 5T 3

A: Let sec-12=x  then     secx=2 As secant is the reciprocal of the cosine function, i.e.…

Q: Show if z = 2 + 4i satisfies z? – 4z + 20 = 0

A: To show that a value or number satisfies an equation, we substitute the value in the equation and…

Q: (1/64)3n x 8 =26

A: Formula:

Q: nd all values of z for which zª + 2 – i2/3 = 0 and represent them geometrically. |

A: To solve the given equation by using D'Moivre theorem we find the point. The 4 value of z satisfy…